The main result of [1]} is that, for an operator in this class, defined in a Lipschitz domain, the elliptic measure and surface Lebesgue measure on such domains are mutually absolutely continuous.
Moreover, there exists a \(p < \infty \)  such that the Dirichlet problem with boundary data in the Lebesgue \(L^p\)  space with respect to
surface measure is solvable.
